LinMix: Data Mixing as Linear Domain Attribution
Language model performance depends strongly on the mixture of domains in the pretraining data corpus. Popular data mixing methods select these domain weights by training many small proxy models on random mixes and then fitting a regression model to predict performance from the mix. We recognize this practice as a domain attribution problem, where the regression measures each domain's contribution to the target metric. Through this lens, the standard Dirichlet sampling of proxy data mixes is a poor regression design that requires tuning and cannot support a linear fit for hundreds of domains. Building on classical optimal experimental design, we introduce LinMix, which samples mixes at the...
| Authors | Hubert Baniecki, Przemyslaw Biecek, Martin Pawelczyk |
|---|---|
| Primary category | cs.LG |
| Published | 27 October 2026 |
| Last updated at source | 27 October 2026 |
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Models and datasets referencing this paper
- credible-ai/olmo2-1B-288domains-vertex-linear-hellaswagModel
- credible-ai/linmix-proxy-swarmsDataset
- credible-ai/olmo2-1B-24domains-vertex-linearsqrt-hellaswagModel
- credible-ai/olmo2-1B-24domains-baselineModel
- credible-ai/olmo2-1B-24domains-vertex-linearsqrt-cpileModel
- credible-ai/olmo2-1B-24domains-vertex-linear-arcModel
- credible-ai/olmo2-1B-288domains-dirichlet-exponential-arcModel
- credible-ai/olmo2-1B-288domains-dirichlet-exponential-hellaswagModel
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